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Quiniya Stewart  Pythagorean Theorem and Distance Formula
Pythagorean Theorem and Distance Formula  Pythagorean Theorem is the relation between all three sides of the triangle. The variable stands for the lengths in a triangle. The type of triangle use in Theorem is a right triangle.
Pythagorean Theoremn Example  Pythagorean Example: a2 + b2  = c2 2+          2  =        2    +      = = =        5 13 x 25 169 X2 194 X2 x 13.9 x 5 13
Distance Formula  Distance Formula is how far two parts are away from each other. Steps to follow in distance formula is: Label the point  Put them in the distance formula  Do the math
Distance Formula Example Points (-1, 4), (3, 4 -1-3 + 4-1    -42  +  32 16 +  9          25           5

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Pythagorean Theorem And Distance Formula

  • 1. Quiniya Stewart Pythagorean Theorem and Distance Formula
  • 2. Pythagorean Theorem and Distance Formula Pythagorean Theorem is the relation between all three sides of the triangle. The variable stands for the lengths in a triangle. The type of triangle use in Theorem is a right triangle.
  • 3. Pythagorean Theoremn Example Pythagorean Example: a2 + b2 = c2 2+ 2 = 2 + = = = 5 13 x 25 169 X2 194 X2 x 13.9 x 5 13
  • 4. Distance Formula Distance Formula is how far two parts are away from each other. Steps to follow in distance formula is: Label the point Put them in the distance formula Do the math
  • 5. Distance Formula Example Points (-1, 4), (3, 4 -1-3 + 4-1 -42 + 32 16 + 9 25 5